Basis

Obsidian Vault

Contour detection

Corner extraction

Artificial Intelligence

Best-first search

Constraint Satisfaction Problems

First Order Logic

Forward and backward Chaining

Logical Equivalence

Logical Inference

Negational Normal Form

Prenex Normal Form

Problem solving process

Propositional Resolution

Propositional Satisfiability

Partial derivatives

Guides to the exams

DMA2 Oral Exam - DONE

Linear Algebra Exam

Machine Learning Exam - DONE

Statistics Exam - DONE

Eigenvectors and Eigenvalues

Gaussian Elimination

Inverse of a Matrix

Linear Combination

Linear dependence

Matrix operations

Rayleigh quotient

Spectral decomposition

Symmetric matrix

Systems of Linear Equations

Transformations

Machine Learning

3D Morphable models

Attention Mechanism

Covariance matrix

Cross-validation

Expectation Maximization

Gaussian distribution

Gaussian Mixture Model

Generalized Linear Model

Gradient Descent

Impurity functions

Information Gain

Joint distribution

K-Nearest Neighbors

Kullback-Leibler divergence

Linear Regression

Logistic Regression

Mahalanobis distance

Maximum Likelihood Principle

Multi-Class Classification

Neural Networks

Polynomial Regression

Stochastic Gradient Descent

Bernoulli distribution

Conditional Probability

Introduction to Probability

Probability distribution

Random variable

Reinforcement Learning

Bellman Equations

Markov Decision Process

Advanced Regression

Central Limit Theorem

Confidence interval

Correlation coefficient

Measures of Position

Normal distribution

Sampling distributions

Significance Level

Significance Test

Standard Deviation

Basis

A set of vectors in a vector space is called a basis for if:

spans .
is linearly independent.

Example

Warning

What the fuck is this?

Warning

What the fuck is this pt.2

Table Of Contents

COMPLETE PAGE 4-6 in Basis paper

How to find a basis for a matrix

How to find basis for a subspace